(n⋅3n3⋅n2)3\left(n\cdot3n^3\cdot n^2\right)^3(n⋅3n3⋅n2)3
234−(−500)234-\left(-500\right)234−(−500)
2x2−4x−8=02x^2-4x-8=02x2−4x−8=0
−0.78⋅3.57-0.78\cdot3.57−0.78⋅3.57
2x3+xx+3\frac{2x^3+x}{x+3}x+32x3+x
∫sin3(3x)cos5(3)dx\int\sin^3\left(3x\right)\cos^5\left(3\right)dx∫sin3(3x)cos5(3)dx
x(a2−b2)+5(a2−b2)x\left(a^2-b^2\right)+5\left(a^2-b^2\right)x(a2−b2)+5(a2−b2)
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